HAHA Flashcards

1
Q

part of logic
which deals with statements that are
either true or false

A

Propositional Logic

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2
Q

is a declarative sentence (that
is, a sentence that declares a fact) that is
either true or false.

A

proposition

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3
Q

is the study of the principles and
methods used in distinguishing valid
arguments from those that are invalid. It is
the basis of all mathematical reasoning and
of all automated reasoning.

A

Logic

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4
Q

The basic building block in logic is the
statement, also referred to as a proposition.
A statement is a declarative sentence which
can only be either true or false.

A

Simple Statement

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5
Q

The combination of two or more simple
statements

A

Compound Statements

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6
Q

Since a statement can only be true or false,
the values of a statement can be represented
by Table (using p and q to represent statement

A

Truth Table

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7
Q

is a declarative sentence that can be True
or False

A

Statement

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8
Q

Using command, question, opinion

A

Not a Statement

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9
Q

opposing the possitive by using words like not, no, never or nothing

A

Negating Statements

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10
Q

using ∧ AND

A

Conjuction

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11
Q

using ∨ OR

A

disjunction

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12
Q

IF THEN statement
antecedent → consequent

A

Conditional

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13
Q

if and only if statement ⟺

Statements that are true if the statement is still
true when the antecedent and consequent are
reversed

A

Biconditional

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14
Q

We need to learn it in order to read, comprehend and
construct mathematical arguments.

A
  • Mathematical Reasoning
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15
Q

An important problem-solving skill is the
ability to count or enumerate objects; it
includes the discussion of basic techniques of
counting.

A

Combinatorial Analysis

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16
Q

which are the abstract
mathematical structures used to represent
discrete objects and relationships between
these objects.

A

Discrete Structure

17
Q

Certain classes of problems are solved by the
specification of an algorithm. After an
algorithm has been described, a computer
program can be constructed implementing it.

A

Algorithmic Thinking

18
Q

Discrete mathematics has applications to
almost every conceivable area of study. There
are many applications to computer science
and data networking in this course.

A

Application and Modeling

19
Q

math based on the continuous
number line, or the real numbers.

A

Continuous Mathematics

20
Q

you’re working
with distinct values If you have a finite
set of objects, you can describe the function
as a list of ordered pairs, and present a
complete list of those pairs.

A

Discrete Mathematics